Office
Department
of Mathematics
Federal
University of Santa Catarina
88040-900 Florianopolis, SC
Brazil
Email:
fermin@mtm.ufsc.br
URL:
http://www.mtm.ufsc.br/~fermin
Phone: +51 48-331.9221
Fax: +51 48-331.9221
Research
Interests
Publications,
Technical Reports, etc
Refereed
Papers
F.
S. Viloche
Bazán, M. C. Cunha and L. S. Borges, Extension
of GKB-FP algorithm to large-scale general-form Tikhonov
regularization,
Numerical Linear Alg. With Appl. , to appear
(pdf-file)
J.
B. Francisco and F. S. Viloche Bazán, Nonmonotone algorithm
for minimization on closed sets with application to minimization
on Stiefel manifolds, J. Comp. and Appl. Math.,
236(10), 2717-2727, 2012 (pdf-file)
F.
S. Viloche Bazán, J. B. Francisco, K. H.
Leem and G. Pelekanos, Maximum product criterion as a
Tikhonov choice-rule for Kirsch's factorization sampling method,
J. Comp. and Appl. Math., 236, 4264-4275, 2012. (pdf-file)
F.
S. Viloche Bazán, L, S. Borges and J.
B. Francisco, On a generlization of Regińska's parameter
choice rule and its numerical realization in large-scale
multi-parameter Tikhonov regularization, Applied
Mathematics and Computation,Volume 219, Issue 4, 1 November
2012, Pages 2100-2113 (pdf-file)
Zibetti,
Marcelo V.W. ; Bazán, Fermín S.V. ; Mayer, Joceli . Estimation
of the parameters in regularized simultaneous super-resolution.
Pattern Recognition Letters, v. 32, p. 69-78, 2011.
F.
S. Viloche Bazán and L. S. Borges, GKB-FP:an
algorithm for large-scale discrete ill-posed problems. BIT,
DOI 10.1007/s10543-010-0275-3, 2010 (pdf-file)
Bazán,
Fermín S. Viloche . Chebyshev pseudospectral method for wave
equation eith absorbing boundary conditions that does not use a
first order hyberbolic system. Mathematics and Computers in
Simulation (Print), v. 80, p. 2124-2133, 2010. (pdf-file)
Bazán,
Fermín S. Viloche ; K. H. Leem ; G. Pelekanos . Fixed-point
iterations in determining a Tikhonov regularization parameter in
Kirsch's factorization metho. Applied Mathematics and
Computation, v. 216, p. 3747-3753, 2010. (pdf-file)
Viloche
Bazan, Fermin S. ; Leem, Koung Hee ; Pelekanos, George . An
Application of a Fixed Point Iteration Method to Object
Reconstruction. PIERS Online, v. 6, p. 227-231, 2010.
Oliverira,
J., Bazán, F. S. V. . Poisson approach for evaluating numerical
methods for the two-dimensional wave equation constrained to
absorbing boundary conditions. Applied Mathematics and
Computation, v. 209, p. 273-284, 2010.
Bazán,
F. S. V. ; Francisco, J. B. An improved fixed-point algorithm
for determining a Tikhonov regularization parameter. Inverse
Problems, v. 25, p. 045007, 2009. (pdf-file)
Bazán, F. S. V.,.
Fixed-Point iterations in determining the Tikhonov
regularization parameter. Inverse Problems, v. 24, p.
035001-035001, 2008. (pdf-file)
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